MetLife Market Capitalization Trend

MetLife -- USA Stock  

USD 48.16  0.33  0.69%

This module enables investors to look at MetLife various fundamental indicators over time in order to gain insight into the company future performance. Macroaxis historical fundamental analysis tools allow evaluation of not only typical financial statement drivers such as Consolidated Income of 3.2 B, Cost of Revenue of 49.5 B or Earning Before Interest and Taxes EBIT of 3.8 B, but also many exotic indicators such as Calculated Tax Rate of 33.8294, Accrued Expenses Turnover of 25.9525 or Cash and Equivalents Turnover of 6.986. This module is a perfect complement to use when analyzing MetLife Valuation or Volatility. It can also complement various MetLife Technical models. Please see also analysis of MetLife Correlation with competitors.
Showing smoothed Market Capitalization of MetLife with missing and latest data points interpolated. Market capitalization (or market cap) is the total value of the shares outstanding of MetLife. It is equal to MetLife current share price times the number of MetLife outstanding shares. Represents the product of Total Shares (Basic) , Adjusted Share Price and Entity Share Factor.
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49.14 B

            10 Years Trend  
Increasing
Slightly volatile
 Market Capitalization 
      Timeline 

Regression Statistics

Arithmetic Mean  44,692,166,267
Geometric Mean  42,540,367,602
Coefficient Of Variation  30.82
Mean Deviation  11,674,243,055
Median  45,635,530,079
Standard Deviation  13,773,713,722
Range  38,487,676,183
R Value  0.76
R Squared  0.57
Significance  0.002666
Slope  2,681,705,197

MetLife Market Capitalization Over Time

2016-12-31  59,232,407,622 
2017-12-31  59,232,407,622 
2018-12-31  49,140,000,000 

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MET - USA Stock
MetLife
Fama & French Insurance
Insurance
Fama & French Classification
RegionNorth America
ExchangeNew York Stock Exchange
$48.16

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Please see also analysis of MetLife Correlation with competitors. Please also try Bollinger Bands module to use bollinger bands indicator to analyze target price for a given investing horizon.